Question: SKILL CHECK A company creates square boxes and triangular boxes. Each square box takes 2 minutes to make and sells for a profit of $

SKILL CHECK

A company creates square boxes and triangular boxes. Each square box takes

2

minutes to make and sells for a profit of $

4 .

Each triangular box takes

3

minutes to make and sells for a profit of $

5 .

Their client wants at least

25

boxes total and at least

5

of each type ready in one hour. What is the best combination of square and triangular boxes to make so that the company completes the order and makes the most profit from this client?

Construct a linear program which models this problem.

Hint: answer these...

What are you trying to find?

What are you trying to optimize?

What are the restrictions?

SKILL CHECK A company creates square boxes and triangular boxes. Each

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